The code for part 'a' is:
function value = First_Name(x, b) % First_Name is your first name
value = log(x) / log(b); % calculating log value
end
The sample and live script for part 'a' is:

The live script code for part 'b' is:
>> b = [1; 2; 3; 4; 5];
>> CalculatedValue = [First_Name(10, 1); First_Name(10, 2); First_Name(10, 3); First_Name(10, 4); First_Name(10, 5)];
>> table(b, CalculatedValue)
The sample of live script and output for part 'b' is:
matlab 2) Plots the individual points with "star" marks b) Fisa cubie spline to the data...
matlab
D [10 pts Consider following data points Groups a) Use linear interpolation method to fit data. Use 'interp1 b) Fit data with a cubie spline. Use "spline e) Fit a 4h degree polynomial using "polyf Tools Help Make a figure for each of the interpolation methods. In each figure show data points using ocircle marks, a curve that eorresponds to the interpolation method
Using Matlab. I can't seem to get the fprintf part to display
the values in 2 columns. Could someone help me with that
Before calculators were readily available (about 1974), students used tables to determine the values of mathematical functions like sine, cosine, and log. Create such a table for sine, using the following steps: • Create a vector of angle values from 0 to 27 in increments of T/10. • Calculate the sine of each of the angles, and...
Please use matlab
cars. Answer: Function file; Command Window: 5.4 Write a user-defined function that plots a circle given the coordinates of the center and the radius. For the function name and arguments use circleplot(x,y,R). The input arguments are the and y coordinates of the center and the radius. Use linspace to generte the angle from 0 to π with 100 points. (Hint: the circle equation: x+Rcos and yy-yRsin 0.) This function has no output arguments. Plot the circle using...
Numerical method
For
matlab
For the following equation 20 Marks fx)-1-(5 log1o x)-x2 a. Plot the function graphically from 0 to 2 using fplot. b. Find out the average value of f(x) for x -0 to 8 and display it using fprintf. Show final result with 2 decimal digits. Hint: You have to use a for loop, mean0, log100 functions of Matlab. Vrite a function which returns determinant, transpose and square of a matrix as output. To I file for...
solve it by using matlab
Question 2) (2.5 points) Examine the following trigonometric identity: sin'(x) = (3 sin(a) – sin(3.c)) Verify that this identity is valid. To do so, define a variable x as x = 84 (in degrees!). Compute the left and right sides of the identity and assign them to variables p2left and p2right. Because x is in degrees, make sure you are using the correct trig function! Use the help function if you are unsure. Question 1)...
Use matlab
a) Create a simulated data set b) Create a set of plots to determine the best transformation to linearize the data c) Fit a first order polynomial (y mx + b) to the linearized data to find the constants m and b d) Reconstruct the original equation from m and b in the linear fitted polynomial e) Plot the fitted equation. Radioactive decay is modeled by the equation: rt where A the amount of mass as a function...
please solve then upload matlab code
Thanks
1. The function f(z, y) (a-x)2 + b(y-12)2 is called Rosenbrock's banana function. It is often used as a benchmarking test for optimization algorithms becatse it is easy to find the minimum by hand but often very difficult to find numerically. Throughout the problem, we will use the values a = 2 and b 10. You can plot this function using the following code: x3:0.1:3; y = -10:0.2:10; Cx,Ymeshgrid(x,y); Z(2-X).2 10* (Y-X. 2)....
1)
a) Write MATLAB function that accepts a positive integer
parameter n and returns a vector containing the values of the
integral (A) for n= 1,2,3,..., n. The function must use the
relation (B) and the value of y(1). Your function must preallocate
the array that it returns. Use for loop when writing your code.
b) Write MATLAB script that uses your function to calculate the
values of the integral (A) using the recurrence relation (B), y(n)
for n=1,2,... 19...
A group of physics students collected data from a test of the projectile motion problem that was analyzed in a previous lab exercise (L5). In their test, the students varied the angle and initial velocity Vo at which the projectile was launched, and then measured the resulting time of flight (tright). Note that tright was the dependent variable, while and Vo were independent variables. The results are listed below. (degrees) Time of Flight (s) Initial Velocity V. (m/s) 15 20...
In
cell C6, insert a Scatter Chart for the Returns
Completed versus Return Price data from the Data
worksheet. You may be used to seeing Price placed on the Y-axis
from other economics courses, but in this problem we are using
price as the independent variable.
Inserting Chart
Select the Scatter chart from the provided chart options in the
Charts group of the Insert tab of the Ribbon.
Selecting Data Series
Then choose Select Data in the Design tab on...